For 1≤p<q≤∞1\le p<q\le\infty1≤p<q≤∞, let Bpn={x∈Rn:∥x∥p≤1}B_p^n=\{x\in\mathbb{R}^n:\|x\|_p\le 1\}Bpn={x∈Rn:∥x∥p≤1}. For the class of convex functions f:Bpn→Rf:B_p^n\to\mathbb{R}f:Bpn→R that are LLL-Lipschitz with respect to…